A linear three-layer neural network with constrained weights provably recovers the edge conductivities of a resistor network from boundary voltage-current data, with the conductivity stored in the second-layer weights.
A Survey of Explainable AI in Deep Visual Modeling: Methods and Metrics
1 Pith paper cite this work. Polarity classification is still indexing.
abstract
Deep visual models have widespread applications in high-stake domains. Hence, their black-box nature is currently attracting a large interest of the research community. We present the first survey in Explainable AI that focuses on the methods and metrics for interpreting deep visual models. Covering the landmark contributions along the state-of-the-art, we not only provide a taxonomic organization of the existing techniques, but also excavate a range of evaluation metrics and collate them as measures of different properties of model explanations. Along the insightful discussion on the current trends, we also discuss the challenges and future avenues for this research direction.
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The discrete inverse conductivity problem solved by the weights of an interpretable neural network
A linear three-layer neural network with constrained weights provably recovers the edge conductivities of a resistor network from boundary voltage-current data, with the conductivity stored in the second-layer weights.